Mechanical Waves. Chapter 15 Flashcards

1
Q

Mechanical wave

A

A disturbance that travels through some material or substance called the medium.

Increasing frequency causes wavelength to decrease so the product wave speed equals wavelength times frequency remains the same and waves of all frequencies propagate with the same wave speed.

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2
Q

Traverse wave

A

Displacement of the medium are perpendicular or Traverse to the direction of travel of the wave along the medium.

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3
Q

Longitudinal wave

A

Motions of the particles of the medium are back and forth along the same direction that the wave travels.

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4
Q

Speed of propagation or wave speed

A

The disturbance travels or propagate with a definite speed through the medium

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5
Q

When a sinusoidal wave passes through a medium…

A

Every particle in the medium undergoes simple harmonic motion with the same frequency

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6
Q

Wavelength

A

The distance from one Crest to the next or from one trophic to the next or from any point to the corresponding point on the next repetition of the wave shape

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7
Q

Wave speed equals

A

Wavelength times frequency

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8
Q

Amplitude

A

The height of the crest above the equilibrium level

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9
Q

Wave speed is determined by

A

Mechanical properties of the medium

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10
Q

Wavelength and frequency are ____ of the amplitude

A

Independent

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11
Q

What determines the speed of transverse waves on a string

A

Detention in the string and its mass per unit length also called linear mass density

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12
Q

Traverse impulse equals

A

Traverse momentum

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13
Q

Intensity

A

The time average rate at which energy is transported by the wave per unit area across a surface perpendicular to the direction of the propagation

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14
Q

Interference

A

Refers to what happens when two or more waves pass through the same region at the same time

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15
Q

Boundary conditions

A

The conditions at the end of the string such as a rigid support or the absence of Traverse Force

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16
Q

Principle of superposition

A

When two waves overlap the actual displacement of any point on the string at any time is obtained by adding the displacement the point would have if only the first wave or present and the displacement it would have if only the second wave were present

17
Q

Example of the principle of superposition

A

When a friend talks to you while you were listening to music you can distinguish the speech in the music from each other

18
Q

Nodes

A

Point at which the string never moves

19
Q

Antinodes

A

Point at which the amplitude of stream motion is the greatest

20
Q

Normal mode

A

A normal mode of an oscillating system is the motion in which all particles of the system move sinusoidally with the same frequency

21
Q

Constructive interference

A

When two identical waves combine to form one bigger wave

22
Q

Destructive interference

A

When a wave and a wave that is 180 degrees out of phase combined you get no wave at all they cancel